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博弈论试题及答案英文姓名:____________________
一、多项选择题(每题2分,共20题)
1.Ingametheory,astrategyprofileis:
A.Thesetofstrategieschosenbyallplayersinagame.
B.Thepayoffsreceivedbyeachplayerforaparticularcombinationofstrategies.
C.Asituationwhereplayerscanmakedecisionsthataffecttheoutcomeofthegame.
D.Alloftheabove.
2.Theconceptof"dominantstrategy"refersto:
A.Astrategythatisthebestchoiceforaplayerregardlessofthestrategieschosenbyotherplayers.
B.Astrategythatalwaysyieldsahigherpayoffthananyotherstrategyavailabletoaplayer.
C.Astrategythatisnotaffectedbythestrategiesofotherplayers.
D.Astrategythatischosenbythemajorityofplayersinagame.
3.Inazero-sumgame:
A.Thetotalpayofftoallplayersiszero.
B.Eachplayer'spayoffisequaltothenegativeofthesumoftheotherplayers'payoffs.
C.Thesumofthepayoffsofallplayersisconstant.
D.Thereisnorelationshipbetweenthepayoffsofdifferentplayers.
4.The"Prisoner'sDilemma"isanexampleof:
A.Acooperativegame.
B.Anon-cooperativegame.
C.Agamewithauniqueequilibrium.
D.Agamewhereplayerscanmakedecisionsthataffecttheoutcomeofthegame.
5.Ina"tit-for-tat"strategy,aplayer:
A.Alwaysplaysthesamestrategyastheopponent.
B.Copiestheopponent'spreviousmove.
C.Alwayschoosesthestrategythatmaximizesthepayoff.
D.Randomlyselectsastrategytoplay.
6.The"Nashequilibrium"is:
A.Asituationwherenoplayercanimprovetheirpayoffbyunilaterallychangingtheirstrategy.
B.Theoptimalstrategyforaplayergiventhestrategiesoftheotherplayers.
C.Asituationwhereallplayersareplayingtheirdominantstrategy.
D.Asituationwherethesumofpayoffsismaximized.
7.Ina"chicken"game:
A.Bothplayersprefertoavoidacollision.
B.Bothplayersprefertotaketheriskofcollision.
C.Oneplayerpreferstotaketheriskofcollisionwhiletheotherpreferstoavoidit.
D.Thereisnoclearpreferenceforeithercollisionoravoidance.
8.Theconceptof"backwardinduction"isusedto:
A.Determinetheoptimalstrategyforaplayerinasequentialgame.
B.Analyzethebehaviorofplayersinasimultaneousgame.
C.Findtheequilibriumofagamewithmultipleplayers.
D.Determinethepayoffsforeachplayerinagame.
9.Ina"battleofthesexes"game:
A.Bothplayersprefertogotothesameevent.
B.Bothplayersprefertogotodifferentevents.
C.Oneplayerpreferstogotothesameeventwhiletheotherpreferstogotoadifferentevent.
D.Thereisnoclearpreferenceforeitherevent.
10.The"all-payauction"isatypeof:
A.First-priceauction.
B.Second-priceauction.
C.Dutchauction.
D.Englishauction.
11.Ina"rock-paper-scissors"game:
A.Eachplayerhasanequalchanceofwinning.
B.Theplayerwiththehighesthandwins.
C.Theplayerwiththelowesthandwins.
D.Theplayerwhomakesthefirstmovewins.
12.Theconceptof"subgameperfectequilibrium"isusedto:
A.Analyzethebehaviorofplayersinasequentialgame.
B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
C.Findtheequilibriumofagamewithmultipleplayers.
D.Determinethepayoffsforeachplayerinagame.
13.Ina"matchingpennies"game:
A.Bothplayershaveanequalchanceofwinning.
B.Theplayerwiththehighestcoinwins.
C.Theplayerwiththelowestcoinwins.
D.Theplayerwhomakesthefirstmovewins.
14.The"all-or-nothingauction"isatypeof:
A.First-priceauction.
B.Second-priceauction.
C.Dutchauction.
D.Englishauction.
15.Ina"coordinationgame"withtwoplayers:
A.Theplayersmustchoosethesamestrategytoachievethebestoutcome.
B.Theplayerscanchoosedifferentstrategiesandstillachieveagoodoutcome.
C.Theplayersmustchoosethesamestrategytoavoidapooroutcome.
D.Theplayerscanchoosedifferentstrategiesandstillavoidapooroutcome.
16.Theconceptof"dominantstrategyNashequilibrium"isusedto:
A.Analyzethebehaviorofplayersinasequentialgame.
B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
C.Findtheequilibriumofagamewithmultipleplayers.
D.Determinethepayoffsforeachplayerinagame.
17.Ina"prisoner'sdilemma"game:
A.Theplayersprefertocooperatetoachieveabetteroutcome.
B.Theplayersprefertodefecttoachieveabetteroutcome.
C.Theplayerscanchoosetocooperateordefect,buttheoutcomedependsontheotherplayer'schoice.
D.Theplayersmustchoosetocooperateordefect,buttheoutcomedependsontheotherplayer'schoice.
18.Theconceptof"mixedstrategyNashequilibrium"isusedto:
A.Analyzethebehaviorofplayersinasequentialgame.
B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
C.Findtheequilibriumofagamewithmultipleplayers.
D.Determinethepayoffsforeachplayerinagame.
19.Ina"chicken"game:
A.Bothplayersprefertoavoidacollision.
B.Bothplayersprefertotaketheriskofcollision.
C.Oneplayerpreferstotaketheriskofcollisionwhiletheotherpreferstoavoidit.
D.Thereisnoclearpreferenceforeithercollisionoravoidance.
20.Theconceptof"equilibriumselection"isusedto:
A.Analyzethebehaviorofplayersinasequentialgame.
B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
C.Findtheequilibriumofagamewithmultipleplayers.
D.Determinethepayoffsforeachplayerinagame.
二、判断题(每题2分,共10题)
1.Ingametheory,aNashequilibriumisalwaysParetooptimal.()
2.Inazero-sumgame,allplayershaveadominantstrategy.()
3.Theconceptof"dominantstrategy"isapplicableonlytosimultaneousgames.()
4.Ina"battleofthesexes"game,ifbothplayerschoosethesameevent,theybothreceivealowerpayoffthaniftheychoosedifferentevents.()
5.The"tit-for-tat"strategyisalwaysthebestresponsetoanystrategyprofile.()
6.Ina"matchingpennies"game,theexpectedpayoffforeachplayeriszero.()
7.Inafirst-priceauction,thehighestbidderpaystheirbidamount.()
8.The"prisoner'sdilemma"isanexampleofacoordinationgame.()
9.Ina"chicken"game,ifbothplayerschoosetoavoidacollision,theoutcomeisconsideredaNashequilibrium.()
10.Theconceptof"equilibriumselection"explainswhyplayersmightconvergeonaparticularequilibriumevenifitisnotthemostrationalchoice.()
三、简答题(每题5分,共4题)
1.Explainthedifferencebetweenasimultaneousgameandasequentialgameintermsofinformationanddecision-making.
2.Describetheconceptof"dominantstrategy"andgiveanexampleofagamewhereadominantstrategyexists.
3.Discusstheimplicationsofthe"Prisoner'sDilemma"forreal-worldsituationsandhowitcanbeappliedtounderstandhumanbehavior.
4.Explaintheconceptof"backwardinduction"andhowitisusedtofindthesubgameperfectequilibriuminasequentialgame.
四、论述题(每题10分,共2题)
1.Discusstheroleofcommunicationincoordinationgamesandhowitcanaffecttheoutcomeofthegame.Provideexamplesfromreal-worldscenariostoillustrateyourpoints.
2.Analyzetheconceptof"equilibriumselection"anditsrelevanceinunderstandingthedynamicsofrepeatedgames.Howdoesthehistoryofinteractionsbetweenplayersinfluencetheirchoicesinarepeatedgame?
试卷答案如下:
一、多项选择题(每题2分,共20题)
1.D.Alloftheabove.
2.A.Astrategythatisthebestchoiceforaplayerregardlessofthestrategieschosenbyotherplayers.
3.A.Thetotalpayofftoallplayersiszero.
4.B.Anon-cooperativegame.
5.B.Copiestheopponent'spreviousmove.
6.A.Asituationwherenoplayercanimprovetheirpayoffbyunilaterallychangingtheirstrategy.
7.C.Oneplayerpreferstotaketheriskofcollisionwhiletheotherpreferstoavoidit.
8.A.Determinetheoptimalstrategyforaplayerinasequentialgame.
9.A.Bothplayersprefertogotothesameevent.
10.D.Englishauction.
11.A.Eachplayerhasanequalchanceofwinning.
12.A.Analyzethebehaviorofplayersinasequentialgame.
13.A.Bothplayershaveanequalchanceofwinning.
14.D.Englishauction.
15.A.Theplayersmustchoosethesamestrategytoachievethebestoutcome.
16.B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
17.C.Theplayerscanchoosetocooperateordefect,buttheoutcomedependsontheotherplayer'schoice.
18.B.Determinetheoptimalstrategyforaplayerinasimultaneousgame.
19.C.Oneplayerpreferstotaketheriskofcollisionwhiletheotherpreferstoavoidit.
20.D.Determinethepayoffsforeachplayerinagame.
二、判断题(每题2分,共10题)
1.False.ANashequilibriumisnotnecessarilyParetooptimal.
2.False.Notallzero-sumgameshavedominantstrategies.
3.False.Dominantstrategiescanbeapplicableinbothsimultaneousandsequentialgames.
4.True.Ifbothplayerschoosethesameevent,thepayoffislowerduetothelackofcoordination.
5.False."Tit-for-tat"isnotalwaysthebestresponsetoanystrategyprofile.
6.True.Inamatchingpenniesgame,theexpectedpayoffforeachplayeriszero.
7.True.Inafirst-priceauction,thehighestbidderpaystheirbidamount.
8.False.The"Prisoner'sDilemma"isanon-cooperativegame.
9.False.Ifbothplayerschoosetoavoidacollision,itisnotaNashequilibrium.
10.True.Equilibriumselectioncanexplainwhyplayersmightconvergeonaparticularequilibrium.
三、简答题(每题5分,共4题)
1.Insimultaneousgames,playersmaketheirdecisionsatthesametimewithoutknowingthedecisionsofothers.Insequentialgames,playersmakedecisionsoneafteranother,witheachplayerhavinginformationaboutthepreviousplayer'sdecision.Thisinformationcanaffectsubsequentdecisionsandstrategies.
2.Adominantstrategyisastrategythatyieldsthehighestpayoffforaplayerregardlessofthestrategieschosenbyotherplayers.Anexampleisthe"rock"strategyinrock-paper-scissors,asitalwaysbeats"scissors"andties"paper,"makingitthedominantstrategyagainstbothofthoseoptions.
3.The"Prisoner'sDilemma"illustratestheconflictbetweenindividualrationalityandcollectiverationality.Itshowsthateventhoughcooperationwouldleadtoabetteroutcomeforbothplayers,thetemptationtodefect(andpotentiallygainahigherpayoff)leadstoasubo
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